Nonlinear Geometric PDE's
Videos from BIRS Workshop
Roger Moser, University of Bath
Monday May 6, 2019 09:00 - 09:33
On a type of second order variational problem in L-infinity.
Teresa D'Aprile, Università di Roma Tor Vergata
Monday May 6, 2019 09:39 - 10:11
Non simple blow-up phenomena for the singular Liouville equation.
Bob Jerrard, University of Toronto
Monday May 6, 2019 15:33 - 16:03
Some Ginzburg-Landau problems for vector fields on manifolds.
Lorenzo Mazzieri, Università di Trento
Monday May 6, 2019 16:06 - 16:37
Minkowski Inequality and nonlinear potential theory (part 1)
Andrea Malchiodi, Scuola Normale Superiore
Tuesday May 7, 2019 09:00 - 09:36
On the Sobolev quotient in sub-Riemannian geometry.
Mariel Saez, Pontificia Universidad Catolica de Chile
Tuesday May 7, 2019 09:39 - 10:06
On the uniqueness of graphical mean curvature flow.
Massimo Grossi, Sapienza Università di Roma
Tuesday May 7, 2019 10:32 - 11:11
Non-uniqueness of blowing-up solutions to the Gelfand problem.
Weiwei Ao, Wuhan University
Tuesday May 7, 2019 11:15 - 11:46
On the bubbling solutions of the Maxwell-Chern-Simons model on flat torus.
Michal Kowalczyk, Universidad de Chile
Tuesday May 7, 2019 14:02 - 14:32
New multiple end solutions in the Allen-Cahn and the generalized second Painlevè equation.
Gabriele Mancini, Sapienza Università di Roma
Tuesday May 7, 2019 14:39 - 15:16
Bubbling nodal solutions for a large perturbation of the Moser-Trudinger equation on planar domains.
Paolo Mastrolia, Universita di Milano
Tuesday May 7, 2019 15:33 - 16:05
Generalizations of some canonical Riemannian metrics.
Giovanni Catino, Politecnico di Milano
Tuesday May 7, 2019 16:08 - 16:40
Some canonical Riemannian metrics: rigidity and existence.
Bruno Premoselli, Université Libre de Bruxelles
Tuesday May 7, 2019 16:44 - 17:24
Compactness of sign-changing solutions to scalar curvature-type equations with bounded negative part.
Gabriella Tarantello, Roma Tor Vergata
Wednesday May 8, 2019 09:01 - 09:37
Minimal immersions of closed surfaces in hyperbolic 3-manifold.
Monica Musso, University of Bath
Wednesday May 8, 2019 09:40 - 10:12
Singularity formation in critical parabolic equations.
Luca Martinazzi, University of Padova
Wednesday May 8, 2019 10:32 - 11:09
Topological and variational methods for the supercritical Moser-Trudinger equation.
Seunghyeok Kim, Hanyang University
Wednesday May 8, 2019 11:12 - 11:45
A compactness theorem of the fractional Yamabe problem.
Frédéric Robert, Universite de Lorraine
Wednesday May 8, 2019 14:03 - 14:36
Hardy-Sobolev critical equation with boundary singularity: multiplicity and stability of the Pohozaev obstruction.
Azahara De la Torre, University of Freiburg
Wednesday May 8, 2019 14:46 - 15:19
The non-local mean-field equation on an interval.
Aleks Jevnikar, Scuola Normale Superiore di Pisa
Wednesday May 8, 2019 15:39 - 16:15
Uniqueness and non-degeneracy of bubbling solutions for Liouville equations.
Dario Monticelli, Politecnico di Milano
Wednesday May 8, 2019 16:17 - 16:52
The Poisson equation on Riemannian manifolds with a weighted Poincaré inequality at infinity.
Juan Carlos Fernandez, UNAM
Wednesday May 8, 2019 16:55 - 17:35
Supercritical problems on the round sphere and the Yamabe problem in projective spaces.
Susanna Terracini, Università di Torino
Thursday May 9, 2019 09:02 - 09:38
Liouville type theorems and local behaviour of solutions to degenerate or singular problems.
Jerome Vetois, McGill University
Thursday May 9, 2019 09:42 - 10:13
Influence of the scalar curvature and the mass on blowing-up solutions to low-dimensional conformally invariant equations.
María del Mar González Nogueras, Universidad Autónoma de Madrid
Thursday May 9, 2019 10:33 - 11:08
Nonlocal ODE, conformal geometry and applications.
Pierpaolo Esposito, Università di Roma Tre
Thursday May 9, 2019 14:03 - 14:39
Log-determinants in conformal geometry.
Luca Battaglia, Università di Roma Tre
Thursday May 9, 2019 14:42 - 15:14
A double mean field approach for a curvature prescription problem.
Thomas Bartsch, Universität Giessen
Thursday May 9, 2019 15:19 - 15:51
A spinorial analogue of the Brezis-Nirenberg theorem.